MTH 171 Chapter Notes - Chapter 5: Riemann Sum, Mean Value Theorem, Antiderivative
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5. 1 approximating area under curves notes: sterling. [f (x i ) g (x i )] x. [f (x) g (x)] dx = z b a. What would the region"s area that"s bounded above by y = 2 it"s being bounded on the sides by both x = 3 and x = 5? x while bounded below by x-axis while. = 2 ln |x| + c limx 5 2 ln |x| limx 3+ 2 ln |x| What would the region"s area that"s bounded above by y = 2 while it"s being bounded on the sides by both x = 1 and x = 5? x while bounded below by y = x. If you let both f = f and f being continuous while on the close interval of [a, b], then the following would occur: [f (x)] dx = f (b) f (a)
